Exakte Größenordnung für das Randverhalten des Poissonschen Integrals von BMO-Funktionen und VMO-Funktionen
Existence and regularity for a minimum problem with free boundary.
Existence of bounded biharmonic functions.
Existence of positive harmonic functions on groups and on covering manifolds
Existence of positive solutions for two nonlinear eigenvalue problems.
Existence of solutions to the Poisson equation in -weighted spaces
We examine the Poisson equation with boundary conditions on a cylinder in a weighted space of , p≥ 3, type. The weight is a positive power of the distance from a distinguished plane. To prove the existence of solutions we use our result on existence in a weighted L₂ space.
Existence of solutions to the Poisson equation in L₂-weighted spaces
We consider the Poisson equation with the Dirichlet and the Neumann boundary conditions in weighted Sobolev spaces. The weight is a positive power of the distance to a distinguished plane. We prove the existence of solutions in a suitably defined weighted space.
Existence of the boundary value of a polyharmonic function.
Explicit solution of the jump problem for the Laplace equation and singularities at the edges.
Extremal Length and Univalent Functions, I. The Angular Derivative.
Extremal Length, Extremal Regions and Quadratic Differentials.
Extremal Plurisubharmonic Functions and Pluripolar Sets in C2.
Extremal problems for conditioned brownian motion and the hyperbolic metric
This paper investigates isoperimetric-type inequalities for conditioned Brownian motion and their generalizations in terms of the hyperbolic metric. In particular, a generalization of an inequality of P. Griffin, T. McConnell and G. Verchota, concerning extremals for the lifetime of conditioned Brownian motion in simply connected domains, is proved. The corresponding lower bound inequality is formulated in various equivalent forms and a special case of these is proved.
Extremal problems in the class of delta-subharmonic functions of finite order in a half-plane.
Extreme Nonmonotoneity of the Picard Principle.
Familles d'opérateurs potentiels
Ce travail se compose de trois parties. Dans la première partie nous donnons quelques résultats sur les noyaux-mesure de Hunt sur . Nous caractérisons à ce propos les transformées de Laplace des fonctions logarithmiquement convexes et dé-crois-san-tes sur . Dans la deuxième partie, nous démontrons que, si est un noyau-mesure de Hunt sur et si est un semi-groupe à contraction dans un espace de Banach tel que son générateur infinitésimal soit d’image dense, alors l’opérateur défini au...
Fast Poisson Solvers on General Two Dimensional Regions for the Dirichlet Problem.
Fast solution of periodic integral equations by GMRES.
Fatou and Littlewood related theorems and a convergence property in the R.S. Martin topology.
Fieldless methods for the simulation of stationary and nonstationary induction heating